Improved fast fractional-Fourier-transform algorithm |
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Authors: | Yang Xingpeng Tan Qiaofeng Wei Xiaofeng Xiang Yong Yan Yingbai Jin Guofan |
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Affiliation: | State Key Laboratory of Precision Measurement Technology and Instruments, Department of Precision Instruments, TsingHua University, 100084 Beijing, China. yangxp98@mails.tsinghua.edu.cn |
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Abstract: | ![]() Through the optimization of the main interval of the fractional order, an improved fast algorithm for numerical calculation of the fractional Fourier transforms is proposed. With this improved algorithm, the fractional Fourier transforms of a rectangular function and a Gaussian function are calculated. Its calculation errors are compared with those calculated with the previously published algorithm, and the results show that the calculation accuracy of the improved algorithm is much higher. |
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